{
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   },
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   "source": [
    "import numpy as np\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.feature as cfeature\n",
    "import cartopy.crs as ccrs\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter\n",
    "\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']  ###防止无法显示中文并设置黑体\n",
    "plt.rcParams['axes.unicode_minus'] = False  ###用来正常显示负号"
   ]
  },
  {
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   "execution_count": 2,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (lat: 89, lon: 180, time: 2016, nbnds: 2)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.0 86.0 84.0 82.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon        (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 352.0 354.0 356.0 358.0\n",
       "  * time       (time) datetime64[ns] 1854-01-01 1854-02-01 ... 2021-12-01\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    time_bnds  (time, nbnds) float64 9.969e+36 9.969e+36 ... 9.969e+36 9.969e+36\n",
       "    sst        (time, lat, lon) float32 ...\n",
       "Attributes: (12/37)\n",
       "    climatology:               Climatology is based on 1971-2000 SST, Xue, Y....\n",
       "    description:               In situ data: ICOADS2.5 before 2007 and NCEP i...\n",
       "    keywords_vocabulary:       NASA Global Change Master Directory (GCMD) Sci...\n",
       "    keywords:                  Earth Science &gt; Oceans &gt; Ocean Temperature &gt; S...\n",
       "    instrument:                Conventional thermometers\n",
       "    source_comment:            SSTs were observed by conventional thermometer...\n",
       "    ...                        ...\n",
       "    creator_url_original:      https://www.ncei.noaa.gov\n",
       "    license:                   No constraints on data access or use\n",
       "    comment:                   SSTs were observed by conventional thermometer...\n",
       "    summary:                   ERSST.v5 is developed based on v4 after revisi...\n",
       "    dataset_title:             NOAA Extended Reconstructed SST V5\n",
       "    data_modified:             2022-01-07</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b092d4e6-4be3-48cd-a092-51b61d9cc510' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b092d4e6-4be3-48cd-a092-51b61d9cc510' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 89</li><li><span class='xr-has-index'>lon</span>: 180</li><li><span class='xr-has-index'>time</span>: 2016</li><li><span>nbnds</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-57067135-240d-43d6-a3a3-6d07db5a1a8a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-57067135-240d-43d6-a3a3-6d07db5a1a8a' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.0 86.0 84.0 ... -86.0 -88.0</div><input id='attrs-f619d54f-bb44-4118-91e1-08453b875ca3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f619d54f-bb44-4118-91e1-08453b875ca3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e3669d7-d4e7-40ab-b9fe-7afac8cb8e82' class='xr-var-data-in' type='checkbox'><label for='data-6e3669d7-d4e7-40ab-b9fe-7afac8cb8e82' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>actual_range :</span></dt><dd>[ 88. -88.]</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([ 88.,  86.,  84.,  82.,  80.,  78.,  76.,  74.,  72.,  70.,  68.,  66.,\n",
       "        64.,  62.,  60.,  58.,  56.,  54.,  52.,  50.,  48.,  46.,  44.,  42.,\n",
       "        40.,  38.,  36.,  34.,  32.,  30.,  28.,  26.,  24.,  22.,  20.,  18.,\n",
       "        16.,  14.,  12.,  10.,   8.,   6.,   4.,   2.,   0.,  -2.,  -4.,  -6.,\n",
       "        -8., -10., -12., -14., -16., -18., -20., -22., -24., -26., -28., -30.,\n",
       "       -32., -34., -36., -38., -40., -42., -44., -46., -48., -50., -52., -54.,\n",
       "       -56., -58., -60., -62., -64., -66., -68., -70., -72., -74., -76., -78.,\n",
       "       -80., -82., -84., -86., -88.], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 2.0 4.0 ... 354.0 356.0 358.0</div><input id='attrs-b12ecd94-da90-4880-b4d8-ef439cfa797a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b12ecd94-da90-4880-b4d8-ef439cfa797a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c39fed9-d395-447e-abb9-8189a3820d5a' class='xr-var-data-in' type='checkbox'><label for='data-6c39fed9-d395-447e-abb9-8189a3820d5a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0. 358.]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   2.,   4.,   6.,   8.,  10.,  12.,  14.,  16.,  18.,  20.,  22.,\n",
       "        24.,  26.,  28.,  30.,  32.,  34.,  36.,  38.,  40.,  42.,  44.,  46.,\n",
       "        48.,  50.,  52.,  54.,  56.,  58.,  60.,  62.,  64.,  66.,  68.,  70.,\n",
       "        72.,  74.,  76.,  78.,  80.,  82.,  84.,  86.,  88.,  90.,  92.,  94.,\n",
       "        96.,  98., 100., 102., 104., 106., 108., 110., 112., 114., 116., 118.,\n",
       "       120., 122., 124., 126., 128., 130., 132., 134., 136., 138., 140., 142.,\n",
       "       144., 146., 148., 150., 152., 154., 156., 158., 160., 162., 164., 166.,\n",
       "       168., 170., 172., 174., 176., 178., 180., 182., 184., 186., 188., 190.,\n",
       "       192., 194., 196., 198., 200., 202., 204., 206., 208., 210., 212., 214.,\n",
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       "       312., 314., 316., 318., 320., 322., 324., 326., 328., 330., 332., 334.,\n",
       "       336., 338., 340., 342., 344., 346., 348., 350., 352., 354., 356., 358.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1854-01-01 ... 2021-12-01</div><input id='attrs-bea7c221-a6ab-46fa-a3d8-92502c8b7a34' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bea7c221-a6ab-46fa-a3d8-92502c8b7a34' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc288b2d-a291-49e8-a7dd-dc7c590e3d8e' class='xr-var-data-in' type='checkbox'><label for='data-fc288b2d-a291-49e8-a7dd-dc7c590e3d8e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>prev_avg_period :</span></dt><dd>0000-00-07 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[19723. 81053.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1854-01-01T00:00:00.000000000&#x27;, &#x27;1854-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1854-03-01T00:00:00.000000000&#x27;, ..., &#x27;2021-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-11-01T00:00:00.000000000&#x27;, &#x27;2021-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-acf5ec3a-d691-452a-baaa-78fde9e1058e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-acf5ec3a-d691-452a-baaa-78fde9e1058e' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nbnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-269a98af-949b-40cf-bc78-ab04d8426d83' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-269a98af-949b-40cf-bc78-ab04d8426d83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-947760c1-a8a0-4132-8b84-3f2593f34ae0' class='xr-var-data-in' type='checkbox'><label for='data-947760c1-a8a0-4132-8b84-3f2593f34ae0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time Boundaries</dd></dl></div><div class='xr-var-data'><pre>array([[9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       ...,\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-04e10d4b-4ae5-42db-834f-9bf88c1a0403' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-04e10d4b-4ae5-42db-834f-9bf88c1a0403' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73db37d6-c4cd-49f2-b87e-b0e21b535699' class='xr-var-data-in' type='checkbox'><label for='data-73db37d6-c4cd-49f2-b87e-b0e21b535699' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Monthly Means of Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>var_desc :</span></dt><dd>Sea Surface Temperature</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>dataset :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>parent_stat :</span></dt><dd>Individual Values</dd><dt><span>actual_range :</span></dt><dd>[-1.8     42.32636]</dd><dt><span>valid_range :</span></dt><dd>[-1.8 45. ]</dd></dl></div><div class='xr-var-data'><pre>[32296320 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2992d089-f51f-4968-bd47-b4db1ffc4cd5' class='xr-section-summary-in' type='checkbox'  ><label for='section-2992d089-f51f-4968-bd47-b4db1ffc4cd5' class='xr-section-summary' >Attributes: <span>(37)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>climatology :</span></dt><dd>Climatology is based on 1971-2000 SST, Xue, Y., T. M. Smith, and R. W. Reynolds, 2003: Interdecadal changes of 30-yr SST normals during 1871.2000. Journal of Climate, 16, 1601-1612.</dd><dt><span>description :</span></dt><dd>In situ data: ICOADS2.5 before 2007 and NCEP in situ data from 2008 to present. Ice data: HadISST ice before 2010 and NCEP ice after 2010.</dd><dt><span>keywords_vocabulary :</span></dt><dd>NASA Global Change Master Directory (GCMD) Science Keywords</dd><dt><span>keywords :</span></dt><dd>Earth Science &gt; Oceans &gt; Ocean Temperature &gt; Sea Surface Temperature &gt;</dd><dt><span>instrument :</span></dt><dd>Conventional thermometers</dd><dt><span>source_comment :</span></dt><dd>SSTs were observed by conventional thermometers in Buckets (insulated or un-insulated canvas and wooded buckets) or Engine Room Intaker</dd><dt><span>geospatial_lon_min :</span></dt><dd>-1.0</dd><dt><span>geospatial_lon_max :</span></dt><dd>359.0</dd><dt><span>geospatial_laty_max :</span></dt><dd>89.0</dd><dt><span>geospatial_laty_min :</span></dt><dd>-89.0</dd><dt><span>geospatial_lat_max :</span></dt><dd>89.0</dd><dt><span>geospatial_lat_min :</span></dt><dd>-89.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>cdm_data_type :</span></dt><dd>Grid</dd><dt><span>project :</span></dt><dd>NOAA Extended Reconstructed Sea Surface Temperature (ERSST)</dd><dt><span>original_publisher_url :</span></dt><dd>http://www.ncdc.noaa.gov</dd><dt><span>References :</span></dt><dd>https://www.ncdc.noaa.gov/data-access/marineocean-data/extended-reconstructed-sea-surface-temperature-ersst-v5 at NCEI and http://www.esrl.noaa.gov/psd/data/gridded/data.noaa.ersst.v5.html</dd><dt><span>source :</span></dt><dd>In situ data: ICOADS R3.0 before 2015, NCEP in situ GTS from 2016 to present, and Argo SST from 1999 to present. Ice data: HadISST2 ice before 2015, and NCEP ice after 2015</dd><dt><span>title :</span></dt><dd>NOAA ERSSTv5 (in situ only)</dd><dt><span>history :</span></dt><dd>created 07/2017 by PSD data using NCEI&#x27;s ERSST V5 NetCDF values</dd><dt><span>institution :</span></dt><dd>This version written at NOAA/ESRL PSD: obtained from NOAA/NESDIS/National Centers for Environmental Information and time aggregated. Original Full Source: NOAA/NESDIS/NCEI/CCOG</dd><dt><span>citation :</span></dt><dd>Huang et al, 2017: Extended Reconstructed Sea Surface Temperatures Version 5 (ERSSTv5): Upgrades, Validations, and Intercomparisons. Journal of Climate, https://doi.org/10.1175/JCLI-D-16-0836.1</dd><dt><span>platform :</span></dt><dd>Ship and Buoy SSTs from ICOADS R3.0 and NCEP GTS</dd><dt><span>standard_name_vocabulary :</span></dt><dd>CF Standard Name Table (v40, 25 January 2017)</dd><dt><span>processing_level :</span></dt><dd>NOAA Level 4</dd><dt><span>Conventions :</span></dt><dd>CF-1.6, ACDD-1.3</dd><dt><span>metadata_link :</span></dt><dd>:metadata_link = https://doi.org/10.7289/V5T72FNM (original format)</dd><dt><span>creator_name :</span></dt><dd>Boyin Huang (original)</dd><dt><span>date_created :</span></dt><dd>2017-06-30T12:18:00Z (original)</dd><dt><span>product_version :</span></dt><dd>Version 5</dd><dt><span>creator_url_original :</span></dt><dd>https://www.ncei.noaa.gov</dd><dt><span>license :</span></dt><dd>No constraints on data access or use</dd><dt><span>comment :</span></dt><dd>SSTs were observed by conventional thermometers in Buckets (insulated or un-insulated canvas and wooded buckets), Engine Room Intakers, or floats and drifters</dd><dt><span>summary :</span></dt><dd>ERSST.v5 is developed based on v4 after revisions of 8 parameters using updated data sets and advanced knowledge of ERSST analysis</dd><dt><span>dataset_title :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>data_modified :</span></dt><dd>2022-01-07</dd></dl></div></li></ul></div></div>"
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       "<xarray.Dataset>\n",
       "Dimensions:    (lat: 89, lon: 180, time: 2016, nbnds: 2)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.0 86.0 84.0 82.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon        (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 352.0 354.0 356.0 358.0\n",
       "  * time       (time) datetime64[ns] 1854-01-01 1854-02-01 ... 2021-12-01\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    time_bnds  (time, nbnds) float64 ...\n",
       "    sst        (time, lat, lon) float32 ...\n",
       "Attributes: (12/37)\n",
       "    climatology:               Climatology is based on 1971-2000 SST, Xue, Y....\n",
       "    description:               In situ data: ICOADS2.5 before 2007 and NCEP i...\n",
       "    keywords_vocabulary:       NASA Global Change Master Directory (GCMD) Sci...\n",
       "    keywords:                  Earth Science > Oceans > Ocean Temperature > S...\n",
       "    instrument:                Conventional thermometers\n",
       "    source_comment:            SSTs were observed by conventional thermometer...\n",
       "    ...                        ...\n",
       "    creator_url_original:      https://www.ncei.noaa.gov\n",
       "    license:                   No constraints on data access or use\n",
       "    comment:                   SSTs were observed by conventional thermometer...\n",
       "    summary:                   ERSST.v5 is developed based on v4 after revisi...\n",
       "    dataset_title:             NOAA Extended Reconstructed SST V5\n",
       "    data_modified:             2022-01-07"
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       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;sst&#x27; (lat: 89, lon: 180)&gt;\n",
       "array([[-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       ...,\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
       "    time     datetime64[ns] 2017-07-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Means of Sea Surface Temperature\n",
       "    units:         degC\n",
       "    var_desc:      Sea Surface Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    dataset:       NOAA Extended Reconstructed SST V5\n",
       "    parent_stat:   Individual Values\n",
       "    actual_range:  [-1.8     42.32636]\n",
       "    valid_range:   [-1.8 45. ]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'sst'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 89</li><li><span class='xr-has-index'>lon</span>: 180</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-405899b7-1497-4ea7-8028-0c4e160599de' class='xr-array-in' type='checkbox' checked><label for='section-405899b7-1497-4ea7-8028-0c4e160599de' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-1.8 -1.8 -1.8 -1.8 -1.8 -1.8 -1.8 ... nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       ...,\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-43122939-00df-45a3-960e-ecae6b0faa1d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-43122939-00df-45a3-960e-ecae6b0faa1d' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.0 86.0 84.0 ... -86.0 -88.0</div><input id='attrs-7911c73a-7d9c-4f32-8dcf-95acbba2b9ef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7911c73a-7d9c-4f32-8dcf-95acbba2b9ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f94dfd5-df28-4ce2-ac5c-947ac81ddadc' class='xr-var-data-in' type='checkbox'><label for='data-6f94dfd5-df28-4ce2-ac5c-947ac81ddadc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>actual_range :</span></dt><dd>[ 88. -88.]</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([ 88.,  86.,  84.,  82.,  80.,  78.,  76.,  74.,  72.,  70.,  68.,  66.,\n",
       "        64.,  62.,  60.,  58.,  56.,  54.,  52.,  50.,  48.,  46.,  44.,  42.,\n",
       "        40.,  38.,  36.,  34.,  32.,  30.,  28.,  26.,  24.,  22.,  20.,  18.,\n",
       "        16.,  14.,  12.,  10.,   8.,   6.,   4.,   2.,   0.,  -2.,  -4.,  -6.,\n",
       "        -8., -10., -12., -14., -16., -18., -20., -22., -24., -26., -28., -30.,\n",
       "       -32., -34., -36., -38., -40., -42., -44., -46., -48., -50., -52., -54.,\n",
       "       -56., -58., -60., -62., -64., -66., -68., -70., -72., -74., -76., -78.,\n",
       "       -80., -82., -84., -86., -88.], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 2.0 4.0 ... 354.0 356.0 358.0</div><input id='attrs-9612d03f-a2e6-4c8c-addf-ea14147f6b22' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9612d03f-a2e6-4c8c-addf-ea14147f6b22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1abb74d4-6704-4b65-94ba-b9a85e9a84d4' class='xr-var-data-in' type='checkbox'><label for='data-1abb74d4-6704-4b65-94ba-b9a85e9a84d4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0. 358.]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   2.,   4.,   6.,   8.,  10.,  12.,  14.,  16.,  18.,  20.,  22.,\n",
       "        24.,  26.,  28.,  30.,  32.,  34.,  36.,  38.,  40.,  42.,  44.,  46.,\n",
       "        48.,  50.,  52.,  54.,  56.,  58.,  60.,  62.,  64.,  66.,  68.,  70.,\n",
       "        72.,  74.,  76.,  78.,  80.,  82.,  84.,  86.,  88.,  90.,  92.,  94.,\n",
       "        96.,  98., 100., 102., 104., 106., 108., 110., 112., 114., 116., 118.,\n",
       "       120., 122., 124., 126., 128., 130., 132., 134., 136., 138., 140., 142.,\n",
       "       144., 146., 148., 150., 152., 154., 156., 158., 160., 162., 164., 166.,\n",
       "       168., 170., 172., 174., 176., 178., 180., 182., 184., 186., 188., 190.,\n",
       "       192., 194., 196., 198., 200., 202., 204., 206., 208., 210., 212., 214.,\n",
       "       216., 218., 220., 222., 224., 226., 228., 230., 232., 234., 236., 238.,\n",
       "       240., 242., 244., 246., 248., 250., 252., 254., 256., 258., 260., 262.,\n",
       "       264., 266., 268., 270., 272., 274., 276., 278., 280., 282., 284., 286.,\n",
       "       288., 290., 292., 294., 296., 298., 300., 302., 304., 306., 308., 310.,\n",
       "       312., 314., 316., 318., 320., 322., 324., 326., 328., 330., 332., 334.,\n",
       "       336., 338., 340., 342., 344., 346., 348., 350., 352., 354., 356., 358.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2017-07-01</div><input id='attrs-6251dd41-5f7c-4bab-a2e4-20a584291f5b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6251dd41-5f7c-4bab-a2e4-20a584291f5b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b60e0ec-9b66-4609-9780-e5041f1613ac' class='xr-var-data-in' type='checkbox'><label for='data-2b60e0ec-9b66-4609-9780-e5041f1613ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>prev_avg_period :</span></dt><dd>0000-00-07 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[19723. 81053.]</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2017-07-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7669103e-9eb8-4e89-8370-d34d93a7cf08' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7669103e-9eb8-4e89-8370-d34d93a7cf08' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Monthly Means of Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>var_desc :</span></dt><dd>Sea Surface Temperature</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>dataset :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>parent_stat :</span></dt><dd>Individual Values</dd><dt><span>actual_range :</span></dt><dd>[-1.8     42.32636]</dd><dt><span>valid_range :</span></dt><dd>[-1.8 45. ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'sst' (lat: 89, lon: 180)>\n",
       "array([[-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       ...,\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
       "    time     datetime64[ns] 2017-07-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Means of Sea Surface Temperature\n",
       "    units:         degC\n",
       "    var_desc:      Sea Surface Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    dataset:       NOAA Extended Reconstructed SST V5\n",
       "    parent_stat:   Individual Values\n",
       "    actual_range:  [-1.8     42.32636]\n",
       "    valid_range:   [-1.8 45. ]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 第一问\n",
    "sst2017=ds['sst'].loc['20170701',:,:]\n",
    "sst2017"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "lon=sst2017['lon'][:].data\n",
    "lat =sst2017['lat'][:].data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "sst2016=ds['sst'].loc['20160101',:,:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(9,6))\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.PlateCarree(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "# 添加坐标轴\n",
    "ax.set_xticks(np.arange(-180, 180 + 30, 30), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "## 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter(auto_hide=False)\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "ax.tick_params(axis='y',labelsize=10)\n",
    "ax.set_xlabel('经度')\n",
    "ax.set_ylabel('纬度')\n",
    "ax.set_title('2016年1月的全球海温分布的等值线填色图')\n",
    "\n",
    "# 画图\n",
    "line=ax.contour(lon,lat,sst2017.data,transform=ccrs.PlateCarree())\n",
    "ax.clabel(line, inline=True, fontsize=8, fmt='%.0f')\n",
    "colorbar=ax.contourf(lon,lat,sst2017.data,cmap='bwr',transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/9/qu11.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(9,6))\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.PlateCarree(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "# 添加坐标轴\n",
    "ax.set_xticks(np.arange(-180, 180 + 30, 30), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "## 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter(auto_hide=False)\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "ax.tick_params(axis='y',labelsize=10)\n",
    "ax.set_xlabel('经度')\n",
    "ax.set_ylabel('纬度')\n",
    "ax.set_title('2017年7月的全球海温分布的等值线填色图')\n",
    "\n",
    "# 画图\n",
    "line=ax.contour(lon,lat,sst2016.data,transform=ccrs.PlateCarree())\n",
    "ax.clabel(line, inline=True, fontsize=8, fmt='%.0f')\n",
    "colorbar=ax.contourf(lon,lat,sst2016.data,cmap='bwr',transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/9/qu12.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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       "\n",
       ".xr-attrs dt,\n",
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       "\n",
       ".xr-attrs dt {\n",
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       "\n",
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       "  fill: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (longitude: 3600, latitude: 1801, time: 1)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 0.0 0.1 0.2 0.3 ... 359.6 359.7 359.8 359.9\n",
       "  * latitude   (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time       (time) datetime64[ns] 2021-11-01\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 ...\n",
       "    v10        (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-01-16 06:02:30 GMT by grib_to_netcdf-2.23.0: /opt/ecmw...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-30e1a6a2-e772-4f4b-8db6-61bbf9faae6b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-30e1a6a2-e772-4f4b-8db6-61bbf9faae6b' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>longitude</span>: 3600</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>time</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-13563fc1-6308-4c61-bc4e-672d423a18ee' class='xr-section-summary-in' type='checkbox'  checked><label for='section-13563fc1-6308-4c61-bc4e-672d423a18ee' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 359.7 359.8 359.9</div><input id='attrs-c0ca7a52-1803-4a55-a4c9-da3665d03bff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0ca7a52-1803-4a55-a4c9-da3665d03bff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5309a124-694a-4d5e-bc7b-88e885025dd9' class='xr-var-data-in' type='checkbox'><label for='data-5309a124-694a-4d5e-bc7b-88e885025dd9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 3.597e+02, 3.598e+02, 3.599e+02],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-c9f16a0f-0919-4e29-bdeb-200e51f7f796' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c9f16a0f-0919-4e29-bdeb-200e51f7f796' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-807d639e-333e-4f14-b3ae-1889500394f8' class='xr-var-data-in' type='checkbox'><label for='data-807d639e-333e-4f14-b3ae-1889500394f8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2021-11-01</div><input id='attrs-3ba73745-dd32-4cc4-9d2b-537fd1f8267d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3ba73745-dd32-4cc4-9d2b-537fd1f8267d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc5076b3-998c-4d2d-a891-afbf1f171b3f' class='xr-var-data-in' type='checkbox'><label for='data-cc5076b3-998c-4d2d-a891-afbf1f171b3f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2021-11-01T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a8926340-5e6a-4b7f-9744-ff46fe369341' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a8926340-5e6a-4b7f-9744-ff46fe369341' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-84a6d7d7-1c92-4cfa-ba19-7329e58510ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-84a6d7d7-1c92-4cfa-ba19-7329e58510ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d58c9879-0eb4-40b1-9ce4-a8c616ba97fd' class='xr-var-data-in' type='checkbox'><label for='data-d58c9879-0eb4-40b1-9ce4-a8c616ba97fd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd></dl></div><div class='xr-var-data'><pre>[6483600 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b440ccb0-f7ba-41d3-81aa-161c63c8ad19' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b440ccb0-f7ba-41d3-81aa-161c63c8ad19' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1a0eec4-8f02-4a73-8731-4c85e46a0509' class='xr-var-data-in' type='checkbox'><label for='data-a1a0eec4-8f02-4a73-8731-4c85e46a0509' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd></dl></div><div class='xr-var-data'><pre>[6483600 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7ea31898-ddc7-42b9-ba1f-03486dcbccdc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7ea31898-ddc7-42b9-ba1f-03486dcbccdc' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-01-16 06:02:30 GMT by grib_to_netcdf-2.23.0: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data3/adaptor.mars.internal-1642312949.226334-32451-9-72039072-27c3-482a-895e-97b88f44bd86.nc /cache/tmp/72039072-27c3-482a-895e-97b88f44bd86-adaptor.mars.internal-1642312948.4932573-32451-16-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 3600, latitude: 1801, time: 1)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 0.0 0.1 0.2 0.3 ... 359.6 359.7 359.8 359.9\n",
       "  * latitude   (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time       (time) datetime64[ns] 2021-11-01\n",
       "Data variables:\n",
       "    u10        (time, latitude, longitude) float32 ...\n",
       "    v10        (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-01-16 06:02:30 GMT by grib_to_netcdf-2.23.0: /opt/ecmw..."
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 第二问\n",
    "ds1=xr.open_dataset('../../data/ERA5_uv_202111.nc')\n",
    "ds1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "u=ds1['u10'].data\n",
    "v=ds1['v10'].data\n",
    "lonb=ds1['longitude'].data\n",
    "latb=ds1['latitude'].data\n",
    "lons,lats=np.meshgrid(lonb,latb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(9,6))\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.Mercator(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "# 添加坐标轴\n",
    "ax.set_xticks(np.arange(0, 360 + 30, 30), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "## 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter()\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "ax.tick_params(axis='y',labelsize=10)\n",
    "ax.set_xlabel('经度')\n",
    "ax.set_ylabel('纬度')\n",
    "ax.set_title('2021年11月的风速图')\n",
    "\n",
    "# 画图\n",
    "ax.barbs(lons[::50,::50], lats[::50,::50], u[0,::50,::50], v[0,::50,::50],\n",
    "              pivot='middle', length=4, barb_increments=dict(half=2, full=4, flag=20),\n",
    "              color='black', transform=ccrs.PlateCarree())\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/9/qu2.png',dpi=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 第三问\n",
    "fig=plt.figure(figsize=(9,6))\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.PlateCarree(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "# 添加坐标轴\n",
    "ax.set_xticks(np.arange(-180, 180 + 30, 30), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "## 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter()\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "ax.tick_params(axis='y',labelsize=10)\n",
    "ax.set_xlabel('经度')\n",
    "ax.set_ylabel('纬度')\n",
    "ax.set_title('风速-海温图')\n",
    "\n",
    "# 画图\n",
    "ax.barbs(lons[::50,::50], lats[::50,::50], u[0,::50,::50], v[0,::50,::50],\n",
    "              pivot='middle', length=4, barb_increments=dict(half=2, full=4, flag=20),\n",
    "              color='black', transform=ccrs.PlateCarree())\n",
    "\n",
    "colorbar=ax.contourf(lon,lat,sst2017.data,cmap='bwr',transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/9/qu3.png',dpi=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}
